Answer:
The correct answer is:
5.0 percent deflation between the first and second years, and 3.0 percent deflation between the second and third years. (a)
Explanation:
to calculate the percentage deflation, we will simply calculate the percentage change in price between the years stated. This is calculated as follows:
% change = 
Note that the negative sign shows a deflation.
if you use the same method for years two and three, you should get -3%, using P₁ as 142.5 and p₂ as 138.2. Hence option 'a' is correct.
Answer:
The answer is =22%
Explanation:
Holding period return is the total return from asset or investment portfolio over a period of time. Holding period return is expressed as a percentage.
Its formula is:
[(value at the end of the period- original value) + income or dividend]/ original valuex 100
[2 + (59 - 50)] / 50x 100
(2 + 9 ) / 50x 100
11/50 x 100
=22%
Interval at 95% confidence = p+/- Z sqrt (p(1-p)/n)
Upper interval => 0.68=p+1.96 sqrt (p(1-p)/n)
Lower interval => 0.52=p-1.96 sqrt (p(1-p)/n)
Putting sqrt term to be "q"
0.68=p+1.96q
0.52=p-1.96q
Adding the two equations to solve for p (proportion of 150 adults rootng for North high school);
1.2 = 2p => p=0.6
Answer:
Bond's Current Yield 4.39%
Explanation:
The bond's current yield is calculated as below:
Bond's Current Yield = Annual Coupon Payment/Current Bond Price*100
Substituting values in the above formula, we get,
Bond's Current Yield = (100*4.30%)/97.85*100 = 4.39%
Answer:
$800
Explanation:
The computation is shown below:
First we have to determine the total amount invested that is shown below:
= $11,000 + $4,000 + $5,000 + $8,000
= $28,000
And, the profit is $5,600
So, the percentage is
= $5,600 ÷ $28,000
= 0.2
Now the Gary share is
= $11,000 × 0.2
= $2,200
And, each share in profit
= $5,600 ÷ 4
= $1,400
Now the final amount is
= $2,200 - $1,400
= $800
